What is the equation for the normal force N in this situation? (Remember that \(W = m g\))

- \(N + F - mg = 0\)
- \(N = m g\)
- \(N - F + mg = 0\)
- \(N - F - mg = 0\)

What is the equation for the normal force N in this situation? (Remember that \(W = m g\))

- \(N + F - mg = 0\)
- \(N = m g\)
- \(N - F + mg = 0\)
- \(N - F - mg = 0\)